Skip to content

Rankings Industries Companies Research Blog

Sign in List your company

ResearchFormerly WizWand

Papers Benchmarks Datasets Tasks

Research
Benchmarks
Complex Geometry Helmholtz Equation (k=24π, test)

Complex Geometry Helmholtz Equation (k=24π, test)

0L-infinity ErrorMS-SFNN

Updated 5mo ago

Evaluation results

Method	Links
MS-SFNN2026.05		0	0
SV-SNN2026.05		0.124	—
PINN2026.05		1.64	—

State-of-the-art paper

MS-SFNN

Multi-Scale Separable Fourier Neural Networks for Solving High-Frequency PDEs

Dataset

Complex geometry Helmholtz equation

Follow for updates

Join SOTA2 Contact

Related benchmarks

Solving 2D Helmholtz equations on Helmholtz Equations (k=24π, test)Solving Partial Differential Equations on Three-dimensional Helmholtz equations (25) (test)Solving 2D Helmholtz Equation on 2D flower-shaped problem Dirichlet boundary v_freq = 1000Hz Solving 2D Helmholtz Equation on 2D flower-shaped problem Dirichlet boundary (v_freq=10000Hz)Solving heat conduction equations on Heat conduction equation (21) (k = 20π) (test)

Building an AI company?

Claim your profile, keep your facts current and see how buyers find you. Rankings are never paid for.

How rankings work List your company

Find AI companies and products for your business problem. Compare solutions and evidence by industry and task.

Explore

Rankings
Industries
Categories
Companies
Top AI companies

Read

Blog
Research
llms.txt

For AI companies

List your company
Claim a profile
Ranking badges

SOTA2 with AI

Claude connector
ChatGPT plugin
Tool reference
Connector privacy
Connector terms

SOTA2

Why SOTA2
How we rank
Contact

© 2026 SOTA2Built in Bellevue, USA